Some types of composed operators with coupled coincidence points
theorems on multiplicative partial cone metric spaces over Banach
algebras and applications
Abstractin this manuscript,we depict the concept of composed operators and then
establish the existence and uniqueness of coupled coincidence points of
such contractions and other related mappings in the abstract framework
of multiplicative cone metric space over Banach algebra with
multiplicative algebra solid cone regardless of its normality property.
Further, we give illustrative examples to demonstrate the validity of
our results proved herein, Eventually, we introduce an application of
non-linear integral equations for the existence of a unique solution to
support our results. In doing so, we show that some prvious results are
consequences of our main presentd results.